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)
| Product Number | 2715-3-17 |
| CAS | 384860-70-2 |
| MDL Number | MFCD02933046 |
| Molecular Formula | C15H13FO3 |
| Molecular Weight | 260.264 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2715-3-17
CAS: 384860-70-2
Molecule Weight: 260.264
Formula: C15H13FO3
![2-[(2-Fluorophenyl)methoxy]-3-methoxybenzaldehyde](data:image/png;base64,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)
PN: 2715-3-18
CAS: 588687-34-7
Molecule Weight: 260.264
Formula: C15H13FO3
![4-[(4-Fluorobenzyl)oxy]-3-methoxybenzaldehyde](data:image/png;base64,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)
PN: 2715-3-X4
CAS: 321432-05-7
Molecule Weight: 260.264
Formula: C15H13FO3
![2-[(2-Chloro-6-fluorophenyl)methoxy]-3-methoxybenzaldehyde](data:image/png;base64,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)
PN: 2615-7-38
CAS: 667437-86-7
Molecule Weight: 294.71
Formula: C15H12ClFO3
PN: 2717-3-33
CAS: 400878-24-2
Molecule Weight: 244.265
Formula: C15H13FO2
![4-[(2-Fluorophenyl)methoxy]-3-methoxybenzaldehyde](data:image/png;base64,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)
PN: 2715-3-14
CAS: 423156-68-7
Molecule Weight: 260.264
Formula: C15H13FO3
![3-Ethoxy-4-[(2-fluorophenyl)methoxy]benzaldehyde](data:image/png;base64,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)
PN: 2715-3-16
CAS: 423724-00-9
Molecule Weight: 274.291
Formula: C16H15FO3
![2-[(4-Fluorophenyl)methoxy]benzoic acid](data:image/png;base64,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)
PN: 2721-3-1Y
CAS: 396-11-2
Molecule Weight: 246.237
Formula: C14H11FO3
TSCA: Not listed on TSCA inventory